Enrolled: 498 students
Lectures: 249
Level: Beginner

Welcome to our online revision course in numerical analysis, where we embark on a comprehensive exploration of key concepts. The journey begins with the intricacies of interpolation, encompassing polynomial interpolants, direct methods, Newton’s divided difference method, and Lagrangian interpolation. We transition seamlessly into regression, meticulously examining both linear and nonlinear regression models, and conducting thorough assessments of their adequacy through various checks. The exploration continues into the realm of integration, traversing the landscapes of trapezoidal rule, Romberg integration, Simpson’s rule, Gaussian quadrature rule, and discrete data integration. Lastly, we delve into ordinary differential equations, unraveling exact solutions, Euler’s method, Runge-Kutta methods, and addressing higher-order and coupled ODEs. Join us in this intellectually stimulating journey, where theoretical insights are complemented by practical examples for a well-rounded understanding of numerical analysis.

Simultaneous Linear Equations

Interpolation

Regression

Integration

Ordinary Differential Equations

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